Stochastic Taylor Derivative Estimator: Efficient amortization for arbitrary differential operators
Addresses the cost of high-order differential operators in neural networks. Taylor-mode automatic differentiation and randomized tensor contractions estimate operators for applications such as physics-informed neural networks.
Overview
Addresses the cost of high-order differential operators in neural networks. Taylor-mode automatic differentiation and randomized tensor contractions estimate operators for applications such as physics-informed neural networks.
Addresses the cost of high-order differential operators in neural networks. Taylor-mode automatic differentiation and randomized tensor contractions estimate operators for applications such as physics-informed neural networks.
When reading the original paper, identify its problem, inputs, outputs, and methodological assumptions.
Addresses the cost of high-order differential operators in neural networks. Taylor-mode automatic differentiation and randomized tensor contractions estimate operators for applications such as physics-informed neural networks.
Check the baselines, datasets, evaluation protocol, and ablations in the original paper. This directory overview does not provide an independent evaluation or experimental results table.
References
ID: neurips-2024-stochastic-taylor-estimator · Last verified:
